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Home Question Bank Math Archive 2024 November 07

Math Questions from Nov 07,2024

Browse the Math Q&A Archive for Nov 07,2024, featuring a collection of homework questions and answers from this day. Find detailed solutions to enhance your understanding.

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3) \( (6 h+8)-(3 h+2)=15 \) (2) \( 12 x-4 y=28 \) \( 12 x-9 y-33=0 \) EEl area de un reclangulo es de \( 27 \mathrm{~cm}^{2} \) se sabe que la base mide el triple de la altuta. ¿Cuanto mide esas lados de ese rectangulo? Question \( \neq 3 \) A city council approves a plan to renovate a sports arena. The cost of the renovation will be \( \$ 229,682 \). This cost will be shared equally by the 41 schools that use the arena. How much will each school contribute? A \( \$ 5,602 \) B \( \$ 5,062 \) C \( \$ 562 \) 5) Una valla cuyo perimetro tiene forma triangular mide 20 metros en su lado mayor, 6 metros en otro \( y 60^{\circ} \) en el ángulo que forman entre ambos. Calcula cuánto mide el perimetro de la valla. 4) Tres amigos se sitúan en un campo de fútbol. Entre Alberto y Berto hay 25 metros, y entre Berto y Camilo, 12 metros. El ángulo formado en la esquina de Camilo es de \( 20^{\circ} \). Calcula la distancia entre Alberto y Camilo. a) \( y=\left(6 x^{3}-x^{2}\right)(3 x-6)= \) b) \( y=\frac{5 x^{2}-7 x}{6 x-2}= \) c) \( y=\left(3 x^{2}-6 x\right)^{-10}= \) Explain how to graph the inequality \( y < x^{2} + 3x - 4 \) on a coordinate plane. Find the \( \operatorname{GCD}(144,15) \) and the \( \operatorname{LCM}(144,15) \) Be sure to verify the results by finding the product of \( 144 \times 15 \) and the product of the \( \operatorname{LCM} \times \mathrm{GCD} \). GCD(144, 15): \( \operatorname{LCM}(144,15): \square \) Do You Know How? (4.) solve the equation \( 3 x+2=x+A(x+2) \).
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